Trade expectation model

Crypto risk reward calculator with fees

Calculate a fee-aware crypto reward-to-risk ratio and break-even win rate from entry price, stop price, target price, units, and round-trip trading fees.

A reward-to-risk ratio compares what a trade plans to make against what it plans to lose. This model computes both sides with fees included: the gain from entry to target minus entry and exit fees, and the loss from entry to stop plus those fees. It also reports the win rate needed for the trade to break even in expectation.

No market feed is used. Every price, rate, fee, and balance comes from the values you enter.

Your inputs

Inputs and results stay in this browser. Values are capped to keep calculations finite and responsive.

Calculated result

Planned gain at target
$195.60
Planned loss at stop
$83.84
Reward-to-risk ratio
2.33 : 1

Fee-aware planned gain divided by fee-aware planned loss

Break-even win rate
30%

Win rate needed for expected value of zero

Entry fee
$2.00
Stop distance
8%
Target distance
20%

The calculation

Planned gain = target value − position value − entry fee − exit fee at target
Planned loss = position value − stop value + entry fee + exit fee at stop
Reward-to-risk ratio = planned gain ÷ planned loss
Break-even win rate = planned loss ÷ (planned loss + planned gain)

Why fees belong in the ratio

A raw ratio computed from prices alone overstates the trade. Fees are paid on both legs whether the trade wins or loses, so they shrink the gain and enlarge the loss. For tight targets and tight stops, fees can move the ratio materially. This model charges the entry fee on the full position value, the exit fee on the value at the target for the gain side, and the value at the stop for the loss side.

Spread, slippage, funding, and taxes are outside the formula. In fast markets, both the stop and the target can fill away from their trigger prices, changing the realized ratio.

The break-even win rate

The ratio alone does not say whether a strategy is profitable, because it depends on how often trades win. The break-even win rate is the share of winning trades at which expected profit is exactly zero: losing more often than that loses money on average, and winning more often makes money, holding the ratio constant. A 2:1 ratio needs to win about a third of the time; a 1:1 ratio needs about half.

Real strategies rarely hit the exact target or the exact stop on every trade. Partial exits, trailing stops, and time-based exits all move the realized distribution away from this two-outcome model, so the break-even rate is a planning anchor rather than a performance guarantee.

Limits of the two-outcome model

This calculator models exactly two outcomes: a fill at the target or a fill at the stop. Positions closed early, gaps that jump the stop, and markets that move sideways to expiry are all outside the model. A high ratio paired with a low win rate can still be a losing strategy after costs if the assumptions do not hold.

Risk of ruin, correlated positions, and capital constraints are portfolio-level concerns that a single-trade ratio cannot capture. Aggregate exposure still needs separate limits.

Worked example

Ten units, $100 entry, $92 stop, $120 target

With 10 units bought at $100, the position is worth $1,000. Selling at the $120 target yields $1,200 minus a $2.40 exit fee and the $2 entry fee, a planned gain of $195.60. Exiting at the $92 stop loses $80 plus $3.84 in combined fees, a planned loss of $83.84. The ratio is about 2.33:1 and the break-even win rate is about 30.1%.

Questions and answers

What ratio should I target?

There is no universal number. Higher ratios usually come from wider targets or tighter stops, and tighter stops are more likely to be hit by noise. The ratio only matters together with a realistic win rate.

Why is my realized ratio different from the calculation?

Fills, slippage, and partial exits move results away from the two-outcome plan. Fees also vary by venue and volume tier.

Does the break-even win rate include fees?

Yes. Both the planned gain and the planned loss in the formula are net of entry and exit fees.

Primary references

Method and sources

The formulas run only on your inputs. These references support the definitions and risk notes on this page. They do not supply prices or predict a result.

  1. CFTC virtual currency risk advisory

    Covers volatility, platform, and fraud risks that trade planning arithmetic does not remove.

  2. FINRA stop-order risk guidance

    Explains in the securities context that stop and limit outcomes are not guaranteed executions.

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Research and risk disclosure

This calculator is an educational planning model, not investment, tax, or trading advice. It does not predict returns or execution. Crypto assets can lose their entire value. Confirm actual fills, fee schedules, funding, taxes, and account balances with the relevant provider before acting.

Built and checked by Michael Lip. Method assumptions are stated on this page so the result can be reproduced independently.